1) Frame self-orthognal latin square
frame自正交拉丁方
2) frame MOLS
frame正交拉丁方
3) self orthogonal Latin square
自正交拉丁方
1.
An SOLS(self orthogonal Latin square)of order v with i n missing sub-SOLS(holes)of order i h (1≤i≤k),which are disjoint and spanning(i.
如果一个v阶自正交拉丁方(SOLS)有in个阶为ih的子-SOLS(1≤i≤k),它们互不相交且是生成的,即∑k i=l nihi=v,就称这个自正交拉丁方为frame SOLS,记作FSOLS(h1n1h2n2…hknk)。
4) orthogonal Latin square
正交拉丁方
1.
This method is much simpler, easier to understand than the previous method of designing orthogonal Latin square and it is also more convenient for computer professional to use.
提出了m进制数的按位加、按位减、按位乘及k位受限乘四种运算,并给出用这4种运算完成的正交拉丁方设计,这种方法比已有的正交拉丁方设计方法更简单、更通俗易懂、更便于计算机工作者使用。
5) orthogonal Latin squares
正交拉丁方
1.
These methods are wider than the method for constructing odd order orthogonal latin squares(TaoZhaomin[1]),the method for constructing the pandiagonal magic square(Zheng Geyu]),and the methods for constructing the odd order magic square(De la Loubere[1], Bachet deMeziriac[1]Chen Hao[3]and Xiao Zhengang[4],etc.
本文利用线性取余变换造正交拉丁方、幻方和泛对角线幻方。
6) orthogonal Latin square orthogonal to a loop
圈正交拉丁方
补充资料：来方
1.谓前来祭祀四方之神。 2.来源。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条